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Explain how the notion of learnt on mathematical logic can help in formalize requirements and give...

Explain how the notion of learnt on mathematical logic can help in formalize requirements and give an example of a formalization in logic of a requirement
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Mathematical Logic is basically a mathematical proof which satisfies a certain condition and has been solved, following some sets of protocol. Mathematical reasoning relies on Mathematical logic and the rules of inference in logic to draw inferences, make deductions, form valid proofs for conjectures becoming theorems. Logic is the basis of all the mathematical proofs without which we would not have much of the mathematics today. It helps in formalizing the requirements as we can see when we want to solve a problem we concentrate on to the available details what all information is useful and what all requirements are further necessary to solve the question. So, we can directly say that mathematical logic helps to formalize the requirements on how to solve a given problem mathematically through some logics.

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